Here,
for the path difference
path difference = distance from far speaker - distance from near speaker
path difference = sqrt(0.714^2 + 2.74^2) - 2.74
path difference = 0.0915 m
Now, for the constructive interference
the path difference = wavelength for the longest wavelength
wavelength = 0.0915 m
frequency of sound = speed of sound/wavelength
frequency of sound = 343/0.0915
frequency of sound = 3748 Hz
the lowest frequency of sound is 3748 Hz
what is the lowest frequency that will produce constructive interference at your location? <Ch14-HW Problem 14.57...
A pair of in-phase stereo speakers is placed side by side, 0.854 m apart. You stand directly in front of one of the speakers, 2.94 m from the speaker. Part A What is the lowest frequency that will produce constructive interference at your location? Express your answer using two significant figures.
Question 2 A pair of in-phase speakers are placed next to each other 0.60 m apart. You stand directly in front of one of the speakers, 1 m from the speaker. a. What is the lowest frequency that will produce constructive interference at your location? b. What is the lowest frequency that will produce destructive interference at your location? Hint: When it comes to the lowest, what is the value of n 5+5 !! =